Thanks ka3jjz
I've read pages and pages from a dozen sites on numbers stations. Listened to almost all the audio files on the conet project, read through the Enigma 2000 newsletter when it comes out.
So I have some pretty reliable lists of frequencies and times...but nothing except HM01...hence the question...is HM01 just that much stronger than the rest of the stations (E07A, E11, E06, etc, even the morse stations)
It's hard or impossible to find reviews on my specific radio for this specific purpose, so maybe the Grundig G6 is just not up to par for utility listening...
HM01 is transmitted from Cuba, using the Radio Habana Cuba transmitter facilities (this is not speculation, but fact, recordings exist of the station changing from Radio Habana audio to HM01 audio without leaving the air). As such its minimum power is 100 kW and some of the R. Habana transmitters are much more powerful than that. So, HM01 (and SK01, M08, and V02, although all of those appear to be either inactive or very rare since HM01 was adopted) is transmitted from a location close to the USA and with very high power. This makes it easy to hear in the North America.
Other stations you list, such as E06, E07, E11, etc are sourced in Europe, much further away than Cuba. Also, such stations do NOT generally use broadcast power level transmitters. In general the specifics of the transmitters for these stations are unknown, so the exact power level is speculation, but many of them are probably using military grade transmitter facilities. These kinds of facilities are probably 25 kW or significantly less. These kinds of signals are lower power and must travel a greater distance to be heard in the US/Canada, and so they are weaker and harder to hear.
Utilities are often relatively (compared to BC stations) low power and NOT generally intended for world wide coverage. So their antennas, power levels, and time of day vs frequency, are selected to optimize coverage in the desired area, wherever the desired recipient is located. This can make them a challenge to hear if you are not in the same general region as the intended recipient. As a general rule any portable with built in whip is a poor choice for utility stations. For utilities you typically want a receiver with good sensitivity (not a problem for portables), with good selectivity and wide dynamic range (not generally the realm of portables). You also often need a fairly good antenna, and many portables have a real problem with overloading when connected to a good antenna.
You say you have a “pretty reliable list of frequencies and times”, are you sure? Where did you get those lists and how current are they?
Assuming the lists you have are good, are you trying to do something that is not realistically possible? By this I mean are you matching frequencies and times to probable propagation conditions? For example, you are in Ont, Canada. If you are trying to hear an E07 transmission that is on 6432 kHz at 2100 UTC (not a real schedule, I just made it up for an example) you are VERY unlikely to hear it, no matter how good your radio or antenna. At that time it is still daylight at your location, and the source for this transmission is probably in eastern Europe, meaning that location is in darkness. That frequency is good for regional coverage during daylight hours and longer range at night. In this example the signal is too far to be regional and it is not yet dark for you. The signal may be transmitted, right on schedule, but conditions will not allow you to hear it. Such a transmission (same freq) at say 0300 UTC would be much more likely to be heard by you as both you and the source are in darkness and there is a nightime path for the signal to get to you.
So, you must look at the probable source locations, the frequencies used, and the times used. Assessing all of these factors with how average or probable propagation affects signals, then select transmissions you might be able to hear. Doing this will increase you chance of success and reduce frustration from trying to do something that is not really possible.
T!